A nonsingular projective variety is a manifold, then if the topology of the variety can be identified with the topology on the corresponding manifold? in other words, if any open set $U$ of the nonsingular projective variety can be seen as an open set of the corresponding manifold and vice verse?
2026-03-27 17:04:20.1774631060
The topology of nonsingular projective variety and its corresponding manifold.
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